Jason (jcreed) wrote,


Oh, interesting. I have new-found respect for
intuitionistic logic: open sets of a topological
space form a Heyting algebra.

So I wonder if Goedel's Incompleteness Theorem
amounts to a sort of statement of connectedness of a
sufficiently rich axiomatic system?

Also to bring home: camera.

  • (no subject)

    After getting home from work immediately appeared to be a traintastrophe in the making, went to see Esther Schor talk about her book "Bridge of…

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    Went to a series of maker-y talks hosted by Pivotal. The last one, by the woman who runs Genspace, "New York City's Community Biolab" was pretty…

  • (no subject)

    I had already been meaning to dig into JaneSt's "Incremental" library, which bills itself as a practical implementation (in ocaml) of the ideas in…

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